@keyframes rwdcur240048 {
0%,49.9%,100% {cursor:url(data:image/png;base64,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) 16 14, auto;}
50%,99.9% {cursor:url(data:image/png;base64,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) 16 14, auto;}
}
div.testarea{
animation:rwdcur240048 0.2s linear infinite forwards;
}
